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Welcome to my website. I'm Eric Wang, and I am a fifth-year mathematics PhD student at Carnegie Mellon University. I did my undergraduate in mathematics at UCLA. I am interested in ergodic theory and the applications of mathematical logic in ergodic theory. My advisor is Clinton Conley.
You can reach me by email at: ebwang@andrew.cmu.edu or in person in Wean Hall 7106.
What I'm working on now:
Currently, I'm working on generalizing the Backward Ergodic Theorem to two commuting transformations.
Publications
A Backward Ergodic Theorem for Uncountable-to-one Transformations [arXiv] (2026)
Eric Wang
Unfolding Boxes with Local Constraints [arXiv] (2025) - to appear in CADE 2025
Long Qian, Eric Wang, Bernardo Subercaseaux, Marijn J. H. Heule
Self-assembly of DNA Double Multi-arm Junctions (DMaJs) [link] (2014) - RSC Advances 6
Mo Li, Jinwen Yu, Jingtong Li, Eric Ben Wang, Guansong Wang, Chengde Mao
Teaching
-Summer 2025, TA for 21-127 Concepts of Mathematics
-Spring 2025, Grader for 21-329 Set Theory, Grader for 21-624 Descriptive Set Theory
-Summer 2024, TA for 21-127 Concepts of Mathematics
-Spring 2024 Mini 4, TA for 21-108 Intro to Mathematical Concepts (1 section)
-Fall 2023 Mini 1 and 2, TA for 21-108 Intro to Mathematical Concepts (1 section each)
-Summer 2023, TA for 21-127
-Spring 2023, TA for 21-108 Intro to Mathematical Concepts (2 sections)
-Fall 2022, TA for 21-127 Concepts of Mathematics (2 sections)
-Summer 2022, Grader for 21-127
-Spring 2022, TA for 21-241 Matrices and Linear Transformations (2 sections)
-Fall 2021, TA for 21-111 Differential Calculus (2 sections)
-Fall 2018, Course Reader for Math 100 Problem Solving
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